Open File Location in New Window
In Windows 7's Windows Explorer, do the following to open the folder containing a file in a new window:
1. Right-click on the file to bring up a context menu
2. Scroll down to "Open file location"
3. Hold down Ctrl and then left-click "Open file location"
Notice the above procedure is different from simply simultaneously pressing Ctrl and clicking on the file.
This can be especially helpful when after performing an extensive search one wants to evaluate a search result but don't want to keep reloading the search after evaluating each file.
Thursday, April 23, 2015
Friday, April 17, 2015
Calculate Effective Interest Rate on Credit Card Loans
Calculating the interest rate on a credit card loan can be confusing because of the different interest rate terminologies and definitions.
APR
Let's take for example a loan of 10000 paid back over a one-year period with 1000 in interest added on so that at the end one ends up paying a total of 11000.
One way to compute the interest rate is to take that 1000 added on and divide by the loan amount so
1000/10000 = 10%
This interest calculation is commonly referred to as Annual Percentage Rate or APR. It is a simple calculation and, if you were to get the 10000 and then payback the loan at the end of the year as a lump sum of 11000, largely sufficient. But for most amortized loans with a more involved payback schedule APR has the significant drawbacks of underestimating the true cost of the loan by not accounting for compounding and the time value of money.
IRR
In these cases a better computation of the cost is probably the internal rate of return or IRR. IRR does not tend to get mentioned though perhaps because it is usually from the perspective of an investor or creditor. IRR is commonly defined as the rate at which the sum of the net present values of cash flows equals zero. Computing IRR is better left to a financial calculator or computer since the manual computation often involves trial and error. The accuracy of the computation is also reliant on the quality of the estimate for the discount rate applied to the net present value calculations.
APR
Let's take for example a loan of 10000 paid back over a one-year period with 1000 in interest added on so that at the end one ends up paying a total of 11000.
One way to compute the interest rate is to take that 1000 added on and divide by the loan amount so
1000/10000 = 10%
This interest calculation is commonly referred to as Annual Percentage Rate or APR. It is a simple calculation and, if you were to get the 10000 and then payback the loan at the end of the year as a lump sum of 11000, largely sufficient. But for most amortized loans with a more involved payback schedule APR has the significant drawbacks of underestimating the true cost of the loan by not accounting for compounding and the time value of money.
IRR
In these cases a better computation of the cost is probably the internal rate of return or IRR. IRR does not tend to get mentioned though perhaps because it is usually from the perspective of an investor or creditor. IRR is commonly defined as the rate at which the sum of the net present values of cash flows equals zero. Computing IRR is better left to a financial calculator or computer since the manual computation often involves trial and error. The accuracy of the computation is also reliant on the quality of the estimate for the discount rate applied to the net present value calculations.
Monthly Date Increase in Calc
To increase the date by a month in a series in LibreOffice's Calc spreadsheet program there are different options depending on the particular date that is to be increased.
To increment most dates (e.g. January 12, 2000; February 12, 2000; March 12, 2000; etc.)
=DATE(YEAR(A1),MONTH(A1)+2,0)
To better understanding what is going on:
=DATE(YEAR(A1),MONTH(A1),0) ends up referring to the last day of the previous month
=DATE(YEAR(A1),MONTH(A1)+1,0) ends up referring to the last day of the current month
=DATE(YEAR(A1),MONTH(A1)+2,0) ends up referring to the last day of the next month
To increment most dates (e.g. January 12, 2000; February 12, 2000; March 12, 2000; etc.)
- Input the first date in the series in a cell, for example cell A1
- In the cell underneath it (i.e. cell B1) input the following formula referencing the cell above: =DATE(YEAR(A1),MONTH(A1)+1,DAY(A1))
- Click on the cell with the formula and then drag the bottom left corner handle down to fill the column with monthly incremented dates
=DATE(YEAR(A1),MONTH(A1)+2,0)
To better understanding what is going on:
=DATE(YEAR(A1),MONTH(A1),0) ends up referring to the last day of the previous month
=DATE(YEAR(A1),MONTH(A1)+1,0) ends up referring to the last day of the current month
=DATE(YEAR(A1),MONTH(A1)+2,0) ends up referring to the last day of the next month
Insert Multiple Rows in Calc or Excel
Inserting Rows in Calc or Excel Spreadsheet
To insert multiple blank rows in LibreOffice's spreadsheet program Calc, immediately underneath the point where you wish to insert the rows use shift-click to select the number of rows you wish to insert, whether they have content or not, and then right-click on the numbered column on the far left and select Insert Rows Above.
To insert even more rows, using the repeat/redo keyboard shortcut Ctrl+Y may be helpful.
To insert multiple blank rows in LibreOffice's spreadsheet program Calc, immediately underneath the point where you wish to insert the rows use shift-click to select the number of rows you wish to insert, whether they have content or not, and then right-click on the numbered column on the far left and select Insert Rows Above.
To insert even more rows, using the repeat/redo keyboard shortcut Ctrl+Y may be helpful.
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